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The Dimensionless Load Capacity of a Plane, Finite, Rectangular-Pad, Slider Bearing - An Analytical Solution Suitable for Small Computers
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Abstract
An analytical solution is given for W, the dimensionless load-capacity of a plane, finite, rectangular-pad, slider bearing. This solution is suitable for small computers so that students of tribology can carry out calculations on a realistic bearing without having to use a large computer which may not be readily available. The solution described is superior to that obtained by the use of standard numerical methods on Reynolds equation because it is obtained more rapidly, it needs less computer memory storage space and can be carried out in single precision.
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Citation
Curzon, A., "The Dimensionless Load Capacity of a Plane, Finite, Rectangular-Pad, Slider Bearing - An Analytical Solution Suitable for Small Computers," SAE Technical Paper 831223, 1983, https://doi.org/10.4271/831223.Also In
References
- Jakobsson B. Floberg L. ‘The Rectangular Plane Pad Bearing.’ Report No. 5, Trans. of Chalmers University of Technology Gothenburg, Sweden 1958 1 44
- Muskat M. Morgan F. Meres M.W. ‘The Lubrication of Plane Sliders.’ J. Appl. Phys. 1940 11 208 219
- Hays D.F. ‘Plane Sliders of Finite Width.’ ASLE Trans. 1958 1 2 233 240
- Curzon A.E. ‘A Method for Solving J 1 (x)Y 1 (px)-J 1 (px)Y 1 (x) = 0.’ J. Computational Phys. 1982 46 39 42
- Curzon A.E. ‘Series Expansions for the Dimensionless Load Capacity per Unit Width of a Plane Infinite Slider Bearing.’ Tribology 1982 15 191 192
- Abramowitz M. Stegun I.A. ‘A Handbook of Mathematical Functions.’ Dover, New York 1965
- Luke Y.L. ‘Mathematical Functions and Their Approximations.’ Academic Press New York 1965 416 417